{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Single Transmon - Floating with teeth \n",
    "\n",
    "We'll be creating a 2D design and adding a single transmon qcomponent with teeth.\n",
    "\n",
    " Create a standard pocket transmon qubit with teeth for a ground plane,\n",
    "        with two pads connected by a junction."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "# So, let us dive right in. For convenience, let's begin by enabling\n",
    "# automatic reloading of modules when they change.\n",
    "%load_ext autoreload\n",
    "%autoreload 2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "import qiskit_metal as metal\n",
    "from qiskit_metal import designs, draw\n",
    "from qiskit_metal import MetalGUI, Dict, open_docs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Each time you create a new quantum circuit design, \n",
    "# you start by instantiating a QDesign class. \n",
    "\n",
    "# The design class `DesignPlanar` is best for 2D circuit designs.\n",
    "\n",
    "design = designs.DesignPlanar()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "#Launch Qiskit Metal GUI to interactively view, edit, and simulate QDesign: Metal GUI\n",
    "gui = MetalGUI(design)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "# To force overwrite a QComponent with an existing name.  \n",
    "# This is useful when re-running cells in a notebook. \n",
    "design.overwrite_enabled = True"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### A transmon qubit with teeth\n",
    "You can create a ready-made transmon qubit with teeth from the QComponent Library, `qiskit_metal.qlibrary.qubits`. \n",
    "`transmon_pocket_teeth.py` is the file containing our qubit so `transmon_pocket_teeth` is the module we import. \n",
    "The `TransmonPocketTeeth` class is our transmon qubit. Like all quantum components, `TransmonPocketTeeth` inherits from `QComponent`. \n",
    "\n",
    " Connector lines can be added using the `connection_pads` dictionary. \n",
    " Each connector pad has a name and a list of default properties."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'pos_x': '0um',\n",
       " 'pos_y': '0um',\n",
       " 'connection_pads': {},\n",
       " '_default_connection_pads': {'pad_gap': '15um',\n",
       "  'pad_width': '20um',\n",
       "  'pad_height': '150um',\n",
       "  'pad_cpw_shift': '0um',\n",
       "  'pad_cpw_extent': '25um',\n",
       "  'cpw_width': '10um',\n",
       "  'cpw_gap': '6um',\n",
       "  'cpw_extend': '100um',\n",
       "  'pocket_extent': '5um',\n",
       "  'pocket_rise': '0um',\n",
       "  'loc_W': '+1',\n",
       "  'loc_H': '+1'},\n",
       " 'chip': 'main',\n",
       " 'pad_gap': '30um',\n",
       " 'inductor_width': '20um',\n",
       " 'pad_width': '400um',\n",
       " 'pad_height': '90um',\n",
       " 'pocket_width': '650um',\n",
       " 'pocket_height': '650um',\n",
       " 'coupled_pad_height': '150um',\n",
       " 'coupled_pad_width': '20um',\n",
       " 'coupled_pad_gap': '50um',\n",
       " 'orientation': '0',\n",
       " 'hfss_wire_bonds': False,\n",
       " 'q3d_wire_bonds': False,\n",
       " 'hfss_inductance': '10nH',\n",
       " 'hfss_capacitance': 0,\n",
       " 'hfss_resistance': 0,\n",
       " 'hfss_mesh_kw_jj': 7e-06,\n",
       " 'q3d_inductance': '10nH',\n",
       " 'q3d_capacitance': 0,\n",
       " 'q3d_resistance': 0,\n",
       " 'q3d_mesh_kw_jj': 7e-06,\n",
       " 'gds_cell_name': 'my_other_junction'}"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from qiskit_metal.qlibrary.qubits.transmon_pocket_teeth import TransmonPocketTeeth\n",
    "\n",
    "# Be aware of the default_options that can be overridden by user.\n",
    "TransmonPocketTeeth.get_template_options(design)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "transmon_options = dict(\n",
    "    pos_x = '1mm',\n",
    "    pos_y = '2mm',\n",
    "    orientation = '90',\n",
    "    \n",
    "    connection_pads=dict(\n",
    "        readout = dict(loc_W=0, loc_H=+1), \n",
    "    ),\n",
    "    \n",
    "    gds_cell_name='FakeJunction_01',\n",
    ")\n",
    "\n",
    "# Create a new Transmon Pocket object with name 'Q1' \n",
    "q1 = TransmonPocketTeeth(design, 'Q1', options=transmon_options)\n",
    "\n",
    "gui.rebuild()  # rebuild the design and plot \n",
    "gui.autoscale() # resize GUI to see QComponent \n",
    "gui.zoom_on_components(['Q1']) #Can also gui.zoom_on_components([q1.name]) \n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's see what the Q1 object looks like"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "\u001b[95m\u001b[1mname:    \u001b[94m\u001b[1mQ1\u001b[0m\n",
       "\u001b[95m\u001b[1mclass:   \u001b[94m\u001b[1mTransmonPocketTeeth   \u001b[0m\n",
       "\u001b[95m\u001b[1moptions: \u001b[0m\n",
       "  'pos_x'             : '1mm',                        \n",
       "  'pos_y'             : '2mm',                        \n",
       "  \u001b[1m'connection_pads'   \u001b[0m: {\n",
       "       \u001b[1m'readout'           \u001b[0m: {\n",
       "            'pad_gap'           : '15um',                       \n",
       "            'pad_width'         : '20um',                       \n",
       "            'pad_height'        : '150um',                      \n",
       "            'pad_cpw_shift'     : '0um',                        \n",
       "            'pad_cpw_extent'    : '25um',                       \n",
       "            'cpw_width'         : '10um',                       \n",
       "            'cpw_gap'           : '6um',                        \n",
       "            'cpw_extend'        : '100um',                      \n",
       "            'pocket_extent'     : '5um',                        \n",
       "            'pocket_rise'       : '0um',                        \n",
       "            'loc_W'             : 0,                            \n",
       "            'loc_H'             : 1,                            \n",
       "                             },\n",
       "                        },\n",
       "  'chip'              : 'main',                       \n",
       "  'pad_gap'           : '30um',                       \n",
       "  'inductor_width'    : '20um',                       \n",
       "  'pad_width'         : '400um',                      \n",
       "  'pad_height'        : '90um',                       \n",
       "  'pocket_width'      : '650um',                      \n",
       "  'pocket_height'     : '650um',                      \n",
       "  'coupled_pad_height': '150um',                      \n",
       "  'coupled_pad_width' : '20um',                       \n",
       "  'coupled_pad_gap'   : '50um',                       \n",
       "  'orientation'       : '90',                         \n",
       "  'hfss_wire_bonds'   : False,                        \n",
       "  'q3d_wire_bonds'    : False,                        \n",
       "  'hfss_inductance'   : '10nH',                       \n",
       "  'hfss_capacitance'  : 0,                            \n",
       "  'hfss_resistance'   : 0,                            \n",
       "  'hfss_mesh_kw_jj'   : 7e-06,                        \n",
       "  'q3d_inductance'    : '10nH',                       \n",
       "  'q3d_capacitance'   : 0,                            \n",
       "  'q3d_resistance'    : 0,                            \n",
       "  'q3d_mesh_kw_jj'    : 7e-06,                        \n",
       "  'gds_cell_name'     : 'FakeJunction_01',            \n",
       "\u001b[95m\u001b[1mmodule:  \u001b[94m\u001b[1mqiskit_metal.qlibrary.qubits.transmon_pocket_teeth\u001b[0m\n",
       "\u001b[95m\u001b[1mid:      \u001b[94m\u001b[1m1\u001b[0m"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "q1 #print Q1 information"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Save screenshot as a .png formatted file."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "width": 500
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "gui.screenshot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "tags": [
     "nbsphinx-thumbnail"
    ]
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "width": 500
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Screenshot the canvas only as a .png formatted file.\n",
    "gui.figure.savefig('shot.png')\n",
    "\n",
    "from IPython.display import Image, display\n",
    "_disp_ops = dict(width=500)\n",
    "display(Image('shot.png', **_disp_ops))\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Closing the Qiskit Metal GUI"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "gui.main_window.close()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "celltoolbar": "Tags",
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
